Explore how to measure what language models truly know about tokens

Analyzing the "strength" of probes—techniques used to assess what language models "know"—is a complex and evolving field, particularly relevant to ensuring factuality guarantees in model outputs.

4 min readMachine Learning

The ongoing quest to understand how large language models (LLMs) represent and process information—often framed as "circuit" analysis—is a fascinating and increasingly important area of research. This recent post on Reddit, questioning the reliability of probing techniques to assess a model's internal knowledge, highlights a critical challenge in evaluating these complex systems. It connects directly to broader concerns about factuality guarantees, a topic that resonates deeply with our audience grappling with the responsible deployment of AI. Skepticism, particularly concerning the simplistic probe used in the referenced Nanda post, is well-placed, mirroring concerns discussed in "Is foundational AI research still something that can be done without access to HPC?"[/post/is-foundational-ai-research-still-something-that-can-be-done-cmqmb8jln07u7yt0pto7kngvr], where the sheer computational resources needed to meaningfully probe these models underscore the difficulty of rigorous analysis. Similarly, the discussion around perceived value of academic publications is relevant, as explored in "Is ACL now irrelevant? [D]"[/post/is-acl-now-irrelevant-d-cmqmb9a7s07ufyt0pvbj74xz9], suggesting a broader re-evaluation of how we assess progress in the field.

The central question raised—how to balance probe capacity with the underlying network's complexity—is a fundamental one. The potential for overfitting in these probing experiments, where a simple classifier might latch onto spurious correlations rather than revealing genuine understanding, is rightly pointed out. The desire for theoretical grounding, specifically for provable guarantees about what a model "can learn," reflects a yearning for rigor in a field often dominated by empirical observation. The Nyquist-type analogy—drawing parallels to signal processing and the need for sufficient sampling to capture frequencies—offers a compelling, though currently elusive, pathway toward such guarantees. Factoring in the difficulty of examples, as suggested by the idea of ensemble-based accuracy assessment, is a valuable direction, although the computational cost for LLMs remains a significant barrier. The Gemini example, where the model hallucinates details even while attempting to answer a seemingly simple question, powerfully illustrates the limitations of relying solely on performance metrics.

The critique of the small word set and the resulting artificially inflated performance is particularly insightful. It serves as a cautionary tale against drawing broad conclusions from limited experiments. Experience with Gemini underscores a deeper problem: LLMs, despite their impressive capabilities, often exhibit brittle reasoning and a propensity for generating plausible but incorrect answers. This isn't necessarily a failure of "learning" in the traditional sense, but rather a consequence of the massive scale and distributed nature of these models, where knowledge is implicitly encoded in a complex web of connections. It challenges the mechanistic interpretability approach—the idea that we can dissect these models to understand their inner workings—and suggests that a more holistic understanding, perhaps informed by insights from cognitive science, might be required.

Ultimately, the conversation highlights the need for more sophisticated probing techniques and a more nuanced understanding of what it means for an LLM to "know" something. The current focus on simple classifiers and limited datasets risks yielding misleading conclusions. Moving forward, we need to develop methods that can account for the inherent complexity of these models, incorporate notions of difficulty and uncertainty, and strive for theoretical frameworks that can provide meaningful guarantees about their behavior. The question remains: can we truly dissect and understand these black boxes, or are we destined to treat them as complex, albeit powerful, oracles?

From Machine Learning

This question is related to topics like language+ models (including multimodal) and things like "circuit" analyses. I think something related might come up in my work (factuality guarantees for model outputs) and I'm trying to orient to the SoTA.

I found this old post on trying to deduce, for instance, whether a Transformer-based model "knows" which word a token is in. Even in this simple example, I noticed some meaningful problems (I detail in a footnote1 to not derail my question) - and I've heard that circuit research is pretty fraught.

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